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g surface

基本解释g曲面

网络释义

1)g surface,g曲面2)Side G,G面3)G~ξ curve,G~ξ曲线4)G-R curve,G-R曲线5)G-F boundary,G-F界面6)G-m interface,G-m界面

用法和例句

It was proposed that the G~ξ curve showing in the Physical Chemistry for the students' study should be the general ones describing the variation of Gibbs function of the system vs.

本文分析了学生难以理解ΔrGm随化学反应进度ξ改变的原因,认为在物理化学教学中,应选用在反应进度ξ=0~1 mol区间内均为上凹形G~ξ曲线。

G-R curves are commonly used on seism prediction.

G-R曲线是地震预报中的一个重要分析手段,主要用来对不同空间和时间窗口的地震活动性进行评估,同时也可以来预测大地震发生的概率。

Failure Rate Evaluation of CNC Machine Tools Based on G-R Curves Analysis

基于G-R曲线的数控机床故障率分析

Algorithm for constructing G~2 continuous interpolation curve on developable surface

可展曲面上G~2连续的曲线插值方法

A Type of Surfaces Generated by a Planar Curve in R~3;

R~3中一类由平面曲线生成的曲面

A Discussion on the Teaching of G-ξ Curve in Physical Chemistry;

关于化学反应G-ξ曲线的教学探讨

Constructing of G~2 Quartic Bézier Interpolation Curve

G~2四次Bézier插值曲线的构造

Study on shape of G~2 continuity for quartic rational Bézier curve

G~2连续的有理四次Bézier曲线的造型

G~2 Beta constraint of generalized Ball curves

组合广义Ball曲线的G~2Beta约束

G~2 Continuous Cubic Bézier Interpolation Carve of Shape Adjusted

形状可调的G~2连续三次Bézier插值曲线

Interpolating 2D Data Set by Conic Spline with G~2 Continuity

一种G~2连续的二次曲线样条插值方法

On Smooth Connection between Two Bézier Spline Curves in Gn Continuity;

两条Bézier样条曲线G~n连续下的光滑连接

About G~2 Beta Constraint of Combined Curve

关于组合曲线G~2连续的Beta约束的研究

G~1 convexity preserving quadratic polynomial parametric interpolating curve

G~1保凸分段二次多项式插值参数曲线

G~2 continuous closed generalized Ball curves with a given tangent polygon

与给定多边形相切的G~2连续的广义Ball闭曲线

The Reasearch on the Measurement of R&D Producitivity, Based on the Logistic Model;

基于增长曲线模型的R&D生产率测度研究

The study of R-type transformer iron core of silicon steel sheet curve cutting machine control system

R型变压器矽钢带曲线开料机控制系统研究

G~2-CONTINUOUS CONIC SPLINE CURVE WITH GIVEN TANGENT POLYGON

与给定切线多边形相切的G~2-连续的二次代数曲线

It is spelled w-r-i-g-h-t-l-i-g-h-t-s-c-r-e-e-n-s.

它的拼写方法是:w-r-i-g-h-t-l-i-g-h-t-s-c-r-e-e-n-s。

It is clear that for any graph G the space R(G) and R(TG) are homeomorphic.

显然,对任意一个图G,空间r(G)和空间r(TG)是同胚的。

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